On a highway, the maximum speed of vehicles is 50 m/s. The material of the road provides a coefficient of static friction μs=0.35. If the highway has a circular turn with a radius of curvature 90 m, then what should be the banking angle (θ) for this turn to ensure safe driving ?

On a highway, the maximum speed of vehicles is 50 m/s. The material of

1.	On a highway, the maximum speed of vehicles is 50 m/s. The material of the road provides a coefficient of static friction μs=0.35. If the highway has a circular turn with a radius of curvature 90 m, then what should be the banking angle (θ) for this turn to ensure safe driving ?
Answer» On a highway, the maximum speed of vehicles is $50 m/s$ . The material of the road provides a coefficient of static friction $μ_{s} = 0.35$ . If the highway has a circular turn with a radius of curvature $90 m$ , then what should be the banking angle $(θ)$ for this turn to ensure safe driving ?

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On a highway, the maximum speed of vehicles is 50 m/s. The material of the road provides a coefficient of static friction μs=0.35. If the highway has a circular turn with a radius of curvature 90 m, then what should be the banking angle (θ) for this turn to ensure safe driving ?

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